1011001100

1011001100 is a ten–digit binary numeral. In the binary numbering system, each digit (bit) represents a power of two, with the most significant bit on the left. The value of 1011001100 can be calculated by summing the weights of the bits that are set to one: 512 + 128 + 64 + 8 + 4, which equals 716 in decimal notation. In hexadecimal, the binary string groups into three nibbles: 1011 0011 00. Padding the eight–bit boundaries yields 0b1011001100 = 0x2DC, where 0x indicates the hexadecimal system and DC represents 1100 1100 in binary.

Binary identifiers such as 1011001100 are commonly encountered in computer science contexts, including memory addressing, data representation, and low‑level programming. They provide a compact and hardware‑level description of values that can be directly mapped to electrical states in digital circuits. While the string itself does not correspond to an ASCII character on its own (due to its length exceeding eight bits), it can be part of a larger sequence that represents textual data when segmented appropriately.

In documentation and educational materials, binary strings like 1011001100 are used to illustrate base‑2 arithmetic, bitwise operations, and the conversion between numeral systems. Because the binary system forms the foundation of digital computation, understanding such examples is essential for students and professionals working in fields related to computer architecture, embedded systems, and information theory.